The area of a triangle garden can

be no more than 120 square

feet. The base of a triangle

is 16 feet in

lenght What

inequalitie describes the

possible heights, h, of the

triangular garden?

Question

Mathematics

Pepe

5 March, 04:45

The area of a triangle garden can

be no more than 120 square

feet. The base of a triangle

is 16 feet in

lenght What

inequalitie describes the

possible heights, h, of the

triangular garden?

+1

Answers (1)

Know the Answer?

Demetrius Mercado · Answer 1

0< h ≤ 15

Step-by-step explanation:

A = 1/2 * base * height = 1/2*16*h = 8h

A no more is ≤.

A ≤ 120

8h ≤ 120

h ≤ 15

0< h ≤ 15

Height should be more than 0 feet and no more than 15 feet.

The area of a triangle garden canbe no more than 120 squarefeet. The base of a triangleis 16 feet inlenght Whatinequalitie describes thepossible heights, h, of thetriangular garden?

The area of a triangle garden can

be no more than 120 square

feet. The base of a triangle

is 16 feet in

lenght What

inequalitie describes the

possible heights, h, of the

triangular garden?